( ) () x C x = T T c T T c 4D ) ) Fe Ni Fe Fe Ni (Fe Fe Fe Fe Fe 462 Fe76 Ni36 4E ) ) (Fe) 463 4F ) ) ( ) Fe HeNe 17
Fe Fe Fe HeNe 464 Ni Ni Ni HeNe 465 466 (2) Al PtO 2 (liq) 467 4G ) Al 468 Al ( 468 18
469 ( 3min) 469 (3) H Cu O Bi 2 H 2 47 47 N NS S 1 3 4G ) 471 Bi () Bi Bi N S 471 472 472 19
45 () φ 473 1 2 1 2 i 2 1 2 i 1 ο ο S 473 (1) (2) e φ N N 474 dφ e = ( V) dt n n 5A ) ) HeNe 1 9 () 475 11
9 476 1 2 NS S N 477 77 478 111
3 4 6V 3 479 79 48 51 1 S n φ = nsb 1 481 81 1 φ 2 2 S ( m ) B( Wb / m ) S dφ ds B = ( T ) B n ( ) 2 φ = ds = B cosθ ds Wb 1Wb = 1T m θ S B S B B (T) 1A 1m 4 1N 1T 1T = 1 G () 112
5B ) A. C1V L 482 on off () 2V 1V on () off onoff onoff ( ) 483 113
5C ) () 484 Waltenhofen (1) Waltenhofen 48485 6V 485 Waltenhofen 486 N S N S N 486 (2) 4V 4V 487 S N 114
L (1) i A ( Wb) = L i ( Wb) φ ( ) φ L H = Wb / A dφ di e = = L ( V) dt dt 488 ( ) 1 H () 1A 1V 5D ) 6V 489 115
(2) 479 48 2 i 1 1 i (A 1 ) φ (Wb 21 ) φ (Wb 21 = M 21 i1 ) Wb M 21 ( ) dφ21 di1 e2 = = M 21 (V) dt dt φ 21 2 i (A 2 ) 1 φ (Wb 12 ) φ (Wb 12 = M12 i1 ) 49 1 dφ12 di2 e1 = = M12 (V) dt dt M = M = (H) 21 12 M 5E ) 2 (p.114) (p.114) φ 1 2 2 () () 1 1 116
5E ) ) (1) 491 (2 ) 1 25 1 1/25 491 (2) 492 1 2 492 2 q (C) B (Wb / m ) θ (rad) v (m / s) F (N) 493 B ρ F = qvb sinθ = qv B F B = µ H B (T) v (m / s) dt V l v V dx ds = ldx = lvdt ds x dx 94 F ρ θ v ρ 117
dφ Blvdt V = = = vlb (T) dt dt V e = vb (T) B θ V e = vbsinθ (T) v () v n e B () F = ne vb V () 5F ) ) i F B TY5 495 ()() 118
5G ) ) (1) 6V () 496 (2) F i B 497 F = ee + ev B 497 ( ) ( 498 119
46 6A ) ) Komatsu z I B y x 499 499 (1) (mv) 16.3 S (mv) 18.2 N (mv) 14.7 41 6B ) ) ) 12
411 () 6V 411 41 12 ee = evb 47 7A ) (1)L L[ H] v[ V] i = I sinω t [ A] t [] s i [ A] ' v V [ ] i t ' v = L = ω L I ω t = ωli sin( ωt π / 2) cos 41 13 v i L 121
v ' v ( = v )[ V] π v = ω L I sinω t = V sin ω t + 2 V ( ω ) = LI V i = I sinω t = sinω t 414 ωl i v 2 π I V V I I = I = V V = ωl 2 2 V I = ωl ωl ( Ω) (2 ) 415 3 14mA 3mA L L 415 122
(2)C C[] F v = V sin ω t v q[ C] q = Cv = CV sinω t v C i q i = = ω CV cosω t 416 t I = ω CV π i = I cosω t = I sin ω t + 2 2 π I = ω CV V 1 I = ω CV = 417 1 ω C ω C ( Ω) 3 418 14mA 3mA C[] F 1 2 7F 418 123
(3)LRC 419 R[ Ω] C[] F L[ H] v = V sin ω t i A [ ] i = I sin( ω t α ) V R, VC, VL [ V] v = V + V + V R C L v R L i C π i V R V C 419 2 π V L 2 2π T = [] s ω I [ A] V I = Z Z = 2 1 R + ω L ωc 2 1 ω L = Z ωc Z 411 11 [ Ω] f [ Hz ] ω 1 f = = 3 2π 2π LC f 4111 1mA µ F L µ F 4111 124
µ F 7B ) ) LRC V I 4113 LCR V OUT PUT CH1 CH2 1(Hz) 411 112.1F 1k V C L B A R 4113 1 R 2 C A A B B π i = I sinω t i = I sin ω t + π 2 2 2 π 125
3 L 4 LRC A A B B i = I V sinω t = sin ωl ω t π 2 i v 2 π 7C ) ) 51(Hz) CH2 1 4114 4115 5Hz 411 115 DC i t-v v π 2π 3π t R 4116 π 2π 3π t 126
7D ) ) (AM) (FM) () () D.C. X () Y () 1 AM 1Hz 1KHz ( 12 ) 117 4117 1K Hz 1M Hz 1K Hz 127
X Y 1K Hz 1M Hz () 1K Hz 48 ρ (8 1) 128
8A ) ) (Hertz ) () V () 2cm () 4118 18 (Hertz ) 4119 119 412 129
( ) (1) λ = 3cm(1.5GHz) (2) () () (1) () ()(1) () (1) () (1) (2) () () 4125 125 () () ()(1) 13
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